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H2 the Electronic Potential Energy

The potential energy of an electron in a molecular orbital involves interactions of the electron with the two nuclei for the bonding orbital this is [Pg.387]

The negative signs in these expressions arise from the opposite charges on the electron and nuclei. [Pg.387]

The molecular potential energy must also take into account the nuclear-nuclear interaction, which is simply the Coulomb energy of the two protons  [Pg.387]

Since these are to be treated as fixed point particles, this gives the potential energy of the nuclear-nuclear term directly. [Pg.387]

The symmetry of the molecule means that any integral involving Vi will have an equivalent from the V2 potential for example, = (5 2 V2 S 2)- This allows the set of [Pg.388]


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